Efficient Simulation of Two-Phase Compositional Flow in Fractured Reservoirs Using 3D Unstructured Gridding in Complex Geometries

A. Zidane, A. Firoozabadi
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引用次数: 9

Abstract

We present a higher-order numerical model for compositional two-phase flow in fractured media in 2D and in 3D unstructured gridding. The model accommodates all types of finite elements; in particular, quadrangular and triangular elements in 2D, and hexahedra, prisms and tetrahedra elements in 3D. We apply for the first time the fracture cross-flow equilibrium (FCFE) concept in compositional two-phase flow in 3D. FCFE is combined with the hybridized form of the mass conservative mixed finite element (MFE) and the higher-order discontinuous Galerkin (DG) method. We have developed an interface that connects computer-aided-design (CAD) software to the mesh generator. The interface enables us to generate the most complicated fracture shapes. The application is intended for fracking simulation. To the best of our knowledge the complexity of fractures that we generate/simulate is not reported in the past. Our algorithm allows flow simulation in fractures in all range of permeability values as opposed to other models where low permeable fractures affect the accuracy of the results. We demonstrate the efficiency, accuracy, and strengths of our model in comparison to alternatives including the embedded discrete fracture approach in different examples. This work covers generation and simulation of two-phase compositional flow in complex fractured media in 3D unstructured gridding.
基于三维非结构网格的裂缝性储层两相流体高效模拟
本文提出了二维和三维非结构网格下裂缝介质中组分两相流的高阶数值模型。该模型可容纳所有类型的有限元;特别是2D中的四边形和三角形元素,以及3D中的六面体、棱镜和四面体元素。本文首次将裂缝横流平衡(FCFE)概念应用于三维组份两相流中。FCFE将混合形式的质量守恒混合有限元(MFE)和高阶不连续伽辽金法(DG)相结合。我们开发了一个连接计算机辅助设计(CAD)软件和网格生成器的接口。该界面使我们能够生成最复杂的裂缝形状。该应用程序用于压裂模拟。据我们所知,我们生成/模拟的裂缝复杂性在过去没有报道。我们的算法允许在所有渗透率范围内的裂缝中进行流动模拟,而不是在其他模型中,低渗透率裂缝会影响结果的准确性。在不同的实例中,与包括嵌入式离散裂缝方法在内的替代方法相比,我们展示了该模型的效率、准确性和优势。本文研究了三维非结构网格中复杂裂缝介质中两相组分流的生成和模拟。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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